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      by 
      Newman, Stephen C., 1952-
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      concepts. This book examines a number of problems arising in the area of classical mathematics, and a
      by 
      Anderson, Marlow, 1950-
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      the history of group theory / The evolution of group theory : a brief survey / The search for finite
      by 
      Barbarin, Oscar A.
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      -- Early mathematics education and how to do it / Herbert P. Ginsberg -- Improving preschoolers' number
      by 
      Irvine, Andrew D.
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      the centuries a number of reasonably well-defined positions about the nature of mathematics have been
      by 
      Gabbay, Dov M., 1945-
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      logic, history of logic, mathematics, history of mathematics, computer science and artificial
      by 
      Gosling, W. (William), 1932-
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      communications and a growing number of other applications. This concise readable text keeps mathematics to a
      by 
      Britten-Jones, Mark, 1963-
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      -powered mathematics, but with actual examples of various market instruments and case studies from North America
      by 
      Buss, Samuel R.
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      Functions (M. Fairtlough, S.S. Wainer). Chapter IV. Subsystems of Set Theory and Second Order Number Theory
      by 
      Cantini, Andrea.
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      foundations for property theory and formal semantics; (ii) these theories provide a new outlook on classical
      by 
      Hall, Georgina, author.
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      computational mathematics, with applications to polynomial optimization, control, machine learning, game theory
      by 
      Edixhoven, B. (Bas), 1962-
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      "Modular forms are tremendously important in various areas of mathematics, from number theory and
      by 
      Ecole d'été de physique théorique (Les Houches, Haute-Savoie, France) (85th : 2006)
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      backgrounds: probability theory, computer science, information theory, physics, finance, biology, etc. Topical